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Adler map for Darboux q -chain Sergey V. Smirnov Moscow State University 1 Continuous case Spectral problem + ( - u) = 0 for one-dimensional SchrЁ odinger operator can be rewritten in matrix form = U , where = , U= 0 1 u- 0 . In their joint work [1], Veselov and Shabat considered the dressing chain for SchrЁ odinger operator, that is, the sequence of second order differential operators Lj on the real line satisfying the following operator relation: Lj = Aj A+ - j = A+ 1 Aj -1 . ...

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Cosmic Research, Vol. 42, No. 5, 2004, pp. 489­534. Translated from Kosmicheskie Issledovaniya, Vol. 42, No. 5, 2004, pp. 509­554. Original Russian Text Copyright © 2004 by Panasyuk, Kuznetsov, Lazutin, Avdyushi, Alexeev, Ammosov, Antonova, Baishev, Belenkaya, Beletsky, Belov, Benghin, Bobrovnikov, Bondarenko, Boyarchuk, Veselovsky, Vyushkova, Gavrilieva, Gaidash, Ginzburg, Denisov, Dmitriev, Zherebtsov, Zeleny, Ivanov-Kholodny, Kalegaev, Kanonidi, Kleimenova, Kozyreva, Kolomiitsev, Krasheninnikov,

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255. Absolute proper motions of open clusters

256. http://dfgm.math.msu.su/files/0articles/Ilyutko/ilyutko-JKTR.pdf

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